Mathematics, 13.11.2019 19:31 damyonfenton13
Use a proof by contradiction to prove that underroot 3 is irrational.
Answers: 2
is rational. Therefore we can express it as 
where 
and 
.
and so also 
.
where 
.
and so also 
.
and 
are divisible by 3, then it contradicts our initial assumption that Another question on Mathematics
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Use a proof by contradiction to prove that underroot 3 is irrational....
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